Speaker: Changwei Xiong (MSI/ANU)
In 1897 Hadamard proved that any closed immersed surface with positive Gaussian curvature in 3-dimensional Euclidean space must be the boundary of a convex
Speaker: Yong Wei (ANU/MSI)
We will discuss the Laplacian flow for closed $G_2$ structures. This flow was introduced by R.
Speaker: Feida Jiang (MSI/ANU)
In this seminar, the speaker will talk about the existence result for semilinear oblique derivative problem for augmented Hessian equations on bounded domai
Speaker: Derek W. Robinson (ANU)
In the first part of this talk we give a brief survey of the Hardy and Rellich inequalities.
Speaker: Shuangjian Zhang (Toronto University)
A monopolist wishes to maximize her profits by finding an optimal price policy.
Speaker: Pierre Portal (MSI/ANU)
The Ornstein-Uhlenbeck semigroup is a variant of the heat semigroup that plays a fundamental role in quite distinct areas of mathematics.
Speaker: Andrew Hassell (MSI/ANU)
In this seminar, the speaker will talk about heat kernel upper and lower bounds on asymptotically hyperbolic manifolds.
Speaker: Sean Gomes (MSI/ANU)
The celebrated quantum ergodicity theorem of Shnirelman, Zelditch, and Colin de Verdière established that ergodic dynamical assumptions on a Hamiltonian sys
Speaker: Dr Xuwen Zhu (Stanford University)
The moduli space of (pointed) Riemann surfaces can be naturally compactified by adding various degenerate surfaces.
Speaker: Melissa Tacy (ANU)
Measuring the $L^p$ mass of an eigenfunction allows us to determine its concentration properties.